2^x^2: 2^x = 8:1 solve the following quadratic equation
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Answer:
Below is the answer
Step-by-step explanation:
It can be written as (2^x)(2^x)/(2^x) = 8/1
= (2^x)/1 = 8/1
= 2^x = 8
= 2^x = 2^3
By comparing both sides, x = 3
If 2^(x^2) /2^x = 8
2^(x^2-x) = 8
x^2-x=3
x=(-1±√13) /2
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